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In the review article in Progress in Particle and Nuclear Physics(vol.121(2021) 103890)) the authors present the achievements so far of thespin-charge-family theory, which offers the explanation for all the so farobserved properties of elementary fermion and boson fields, if the space-timeis higher than d=(3+1), it must be $d\ge (13+1)$. Fermions interact withgravity only. Ref. PPNP (vol.121(2021) 103890)) presents, in addition to arather detailed review of all the achievements of this theory so far, also anexplanation for the postulates of the second quantization for fermionic fields:The internal space of fermions described with "basis vectors" represented bythe Clifford odd objects manifests all the properties of fermion fields,including the anticommutativity of their creation and annihilation operators.This paper shows that even Clifford algebra objects provide a description ofthe internal space of boson fields manifesting all known properties of bosonfields, explaining as well the reasons for the second quantization postulatesfor boson fields. Properties of fermion and boson fields with the internalspaces described by the Clifford odd and Clifford even objects are demonstratedon the toy model with $d=(5+1)$.

How Clifford algebra can help understand second quantization of fermion and boson fields